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Label Polynomial Discriminant Galois group Class group
42.0.157423697967496898655574527484105282356823164787085832078904297275852324864.1 x42 - 2x21 + 2 \( -\,2^{62}\cdot 3^{42}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) Trivial (GRH)
42.0.330141423039932056009335431462346361105176413679566626915938304840648254793187328.1 x42 + 2 \( -\,2^{83}\cdot 3^{42}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) n/a
42.2.330141423039932056009335431462346361105176413679566626915938304840648254793187328.1 x42 - 2 \( 2^{83}\cdot 3^{42}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) n/a
42.2.1552317511023484497006461990693717931517755755807346997289641876704990863800048828125.1 x42 - 5 \( 3^{42}\cdot 5^{41}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) n/a
42.2.5475725141190855479761441343323040006575020114284588547347039664063368693794903311777792.1 x42 - 3 \( 2^{42}\cdot 3^{83}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) n/a
42.0.6827164613482481052268302490313292665361949301256517048200000000000000000000000000000000000000000.1 x42 + 5 \( -\,2^{42}\cdot 3^{42}\cdot 5^{41}\cdot 7^{42} \) $C_2\times S_3\times F_7$ (as 42T95) n/a


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